Question: Let's continue to examine the relationship between fertility decisions and education. But this time, we'll analyze the relationship for men. a. Compute an ANOVA model

Let's continue to examine the relationship between fertility decisions and education. But this time, we'll analyze the relationship for men.
a. Compute an ANOVA model for men, using age at first-born child (AGEKDBRN) as the dependent variable and educational degree (DEGREE) as the independent variable. Based on the SPSS output, what can you conclude about the relationship between degree attainment and AGEKDBRN for men? How do these results compare with the results for women in the SPSS demonstration?
b. Compute a second ANOVA model for men, using number of children (CHILDS) as the dependent variable and educational degree (DEGREE) as the independent variable. Based on your results, what conclusions can you make about the relationship between the two variables?

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